G Chenevier - arXiv preprint math/0301032, 2003 - arxiv.org
We extend the Jacquet-Langlands' correspondence between the Hecke-modules of usual and quaternionic modular forms, to overconvergent p-adic forms of finite slope. We show …
We extend the Jacquet-Langlands' correspondence between the Hecke-modules of usual and quaternionic modular forms, to overconvergent p-adic forms of finite slope. We show …
G Chenevier - Duke Mathematical Journal, 2005 - hal.science
Résumé We extend the Jacquet-Langlands' correspondence between the Hecke-modules of usual and quaternionic modular forms, to overconvergent p-adic forms of finite slope. We …
G Chenevier - arXiv Mathematics e-prints, 2003 - ui.adsabs.harvard.edu
Abstract We extend the Jacquet-Langlands' correspondence between the Hecke-modules of usual and quaternionic modular forms, to overconvergent p-adic forms of finite slope. We …
G CHENEVIER - DUKE MATHEMATICAL JOURNAL, 2005 - projecteuclid.org
Résumé La correspondance de Jacquet-Langlands établit une bijection Hecke-équivariante entre les espaces de formes modulaires quaternioniques et certains espaces de formes …
G Chenevier - Duke Math. J., 2005 - dml.mathdoc.fr
La correspondance de Jacquet-Langlands établit une bijection Hecke-équivariante entre les espaces de formes modulaires quaternioniques et certains espaces de formes modulaires …